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Syntheses of high-spin and cluster molecules
Hiroki OSHIO (University of Tsukuba)
Syntheses and Magnetic measurements Dr. M. Nihei, A. Yoshida, K. Koizumi, Yamashita (Univ. of
Tsukuba )
Dr. M. Nakano (Osaka Univ.)
HF-EPR Prof. H. Nojiri (Okayama Univ.)
Low-temperature Magnetic measurements Profs. A. Yamaguchi and Ishimoto (ISSP, Univ. of Tokyo)
Solid State NMR Profs Y. Fujii (Fukui Univ.) and T. Goto (Kyoto Univ.)
Workshop on Nano-magnets at Kyoto, Dec. 1 - 4, 2003
Syntheses of
· SMMs of Ferrous Cubes: Structurally controlled magnetic anisotropy
· Mixed Valence Fe clusters· Hetero-metal SMM
Single Molecule Magnets[Mn(III,IV)12O12(O2CR)16(H2O)] (S = 10) (T. Lis, 1980)[Mn(III,IV)12O12(O2CR)16(H2O)4]- (S = 19/2)[Mn(III,IV)4O3X(O2CMe)(dbm)3] (S = 9/2)[Fe(III)8O2(OH)12(tacn)6]8+ (S = 10)[V(III)4O2(O2CR)7(L-L)]+ (S = 3)
D. N. Hendrickson, G. Christou, and D. Gatteschi (1993)
S = 10, D = –0.46 cm-1 L. Thomas et al., Nature 1996, 383, 145
[Mn12O12(OAc)16(H2O)4] [FeII4(sae)4(MeOH)4]
H. Oshio et al., J. Am. Chem. Soc. 2000, 112, 12602
S = 8, D = -0.28 cm-1
Syntheses of SMM
E
Magnetization Direction
E = |D|Sz2
E :Energy barrier to reorientate between two possible directions of magnetizationsD : Zero Field Splitting parameters
Relatively high-spin ground stateNegative D value
Strategy for the High-spin Molecule
Ferromagnetic Interactions by LMCT interactionsAGK TheoryP. W. Anderson (1959), J. B. Goodenough (1958), J. Kanamori (1959)
M
X
M'
Orthogonal Magnetic Orbitals
Strict orthogonality
MX
M
Orthogonal Arrangement ofMagnetic Orbitals
Accidental orthogonality
High-spin Cluster
O
O
MO
M
M
M
O Orthogonal arrangements of the magnetic orbitals
OH N
HO
OH N
HO
OH N
HO
OH
CH3
H2R-sae H2R-sap H2sapd
RR
Fe(II) Cube of [FeII4(sae)4(MeOH)4]
triclinic P1-a = 13.3625(7) Å, b = 13.7572(7) Å, c = 14.2004(7) Å= 66.538(1)°, = 74.973(1)°, = 71.105(1), V = 2239.92(1) Å3, Z = 2 R1 = 0.0477, wR2 = 0.0959
J. Am. Chem. Soc. 2000. 122. 12603.
S = 8 (4x2)
O- N
O-[sae]2-
AC measurements of [FeII4(sae)4(MeOH)4]
Relaxation in [Fe4(sae)4(MeOH)4] with S =8 Ground State
* R. Sessoli, D. Gatteschi et al.Nature 1996, 383,145.
3.01.1
-0.42-0.31
6128
[Mn12O12]
S =10*
[Fe4O4]
S = 8
Block. Temp.
(K)
D (cm-1)
E (K)
= 0exp(E/kT) = 1/(2AC) AC : Freq. of AC Field T : Temp. of max. in ” E = |D|Sz
2 = 64|D|
Ms = -8 Ms = 8
Ms = 0 Ms = 0
E = |D|Sz2
Iron(II) cubes with S = 8 ground state
SMM nonSMM nonSMM nonSMM
[Fe4(sae)4(MeOH)4] [Fe4(sap)4(MeOH)4] [Fe4(3-MeO-sap)4(MeOH)4] [Fe4(sapd)4]
N
O-
O- N
O-
O- N
O-
O-
MeO
N
O-
O-OH
Magnetization Experiments of High-spin Ferrous Cubes
g D / cm-1
[Fe4(sae)4(MeOH)4] 2.126 -0.64[Fe4(sap)4(MeOH)4] 2.261 +0.81[Fe4(3-MeO-sap)4(MeOH)4] 2.243 +1.14[Fe4(sapd)4] 2.180 +1.10
[Fe4(sae)4(MeOH)4]Fe(1)-O(1) 1.978(2) Fe(1)-O(2) 2.094(2)Fe(1)-N(1) 2.053(2) Fe(1)-O(4) 2.078(2)Fe(1)-O(9) 2.2908(18) Fe(1)-O(8) 2.2736(17)
[Fe4(sap)4(MeOH)4]·2H2OFe(1)-O(1) 2.029(2) Fe(1)-O(2) 2.045(2)Fe(1)-N(1) 2.127(2) Fe(1)-O(2)* 2.1616(15)Fe(1)-O(3) 2.2107(17) Fe(1)-O(2)* 2.2505(14)
[Fe4(3MeO-msap)4(MeOH)4]·2MeOHFe(1)-O(1) 1.991(5) Fe(1)-O(2) 2.037(4)Fe(1)-N(1) 2.104(6) Fe(1)-O(10) 2.137(4)Fe(1)-O(6) 2.238(4) Fe(1)-O(4) 2.242(5)
[Fe4(bsap)4(MeOH)4]Fe(1)-O(1) 2.036(3) Fe(1)-O(2) 2.056(3)Fe(1)-N(1) 2.123(3) Fe(1)-O(2)* 2.159(3)Fe(1)-O(2) 2.259(2) Fe(1)-O(3) 2.263(3)
Selected coordination bond distances (Å) in the cubes
N
O
O
R
Fe
Equatorially less compressed: D < 0
Equatorially compressed: D > 0Elongated octahedron
strong ligand field
week ligand field
N
O
OFe
Angular Overplap Model calculations of
Energy splitting of the 5B2g state
t2g
egb1g dx2-y2
a1g dz2
eg dxz, dyz
b2g dxy
Oh D4h
The variable p changes the equatorial ligand field strengths.
P = 0.5week LF
P = 1.0strong LF
D < 0 D > 0
saesapweek LF strong LF
Sign of DCube values
DCube < 0
easy axisZ1
Z3
Z4
Z2 sae
O-
N O-
DCube > 0
hard axisZ1
Z3
Z4
Z2 sap
O-
N O-
sap: equatorially less compressed: DFe < 0: Orthogonal alignments of four ions with easy axis
sae: Equatorially compressed: DFe > 0: Orthogonal alignments of four ions with hard axis
N
O-
O-
3,5-Cl2-sae2-
Cl
Cl
[Fe4(3,5-Cl2-sae)4(MeOH)4]
E = 26 KD = -0.29 cm-1
TB = 1.1 K
E = 30 KD = -0.33 cm-1
TB = 1.2 K
[Fe4(5-Br-sae)4(MeOH)4]
N
O-
O-
5-Br-sae2-
Br
SummaryStructurally controlled magnetic
anisotropy
•Compounds in red are SMM.• The g, C, and values were obtained from temperature dependence of the magnetic susceptibility. D values were estimated by the analyses of magnetization data at 1.8 K, supposing the only S = 8 being populated. E and TB values were estimated from the ac magnetic susceptibility measurements.
g C[emu mol-1 K]
[K]
D[cm-1]
E[K]
TB
[K]
[Fe4(sap)4(MeOH)4]·2H2O 2.261 15.43 9.56 +0.8
[Fe4(5-Br-sap)4(MeOH)4] 2.227 14.86 9.32 +0.80
[Fe4(3-MeO-sap)4(MeOH)4] 2.243 15.27 12.59 +1.15
[Fe4(sapd)4]·4MeOH·2H2O 2.180 14.29 4.57 +1.10
[Fe4(sae)4(MeOH)4] 2.126 15.55 15.98 -0.76 28 1.1
[Fe4(5-Br-sae)4(MeOH)4]·MeOH 2.209 14.57 15.68 -0.66 30 1.2
[Fe4(3,5-Cl2-sae)4(MeOH)4] 2.120 13.44 13.99 -0.67 26 1.1
[NaFeIII6]
New Cluster Molecules with higher nuclearity
N
O-
O-
MeO
5-MeO-sae2-
[FeIIFeIII6]
[FeIII2] [FeIII
3] [FeII3FeIII]
[FeIIIFeII6]
Ferric wheel of [NaFeIII6(5-MeO-sae)6(2-OMe)]ClO4
+NaClO4
[FeIII3Cl2(5-MeO-sae)3
(3-OMe)(MeOH)](3-alkoxo bridges)
[FeIIFeIII6(5-MeO-sae)6(2-OMe)6]Cl2
7FeCl2·4H2O + 6H2(5-MeO-sae) +2/7(t-Bu4N)(MnO4)
(3-alkoxo
bridge)
g(Fe3+) = 2.0 and g(Fe2+) =2.10(5)J(spoke) = -7.3 cm-1 and J(rim) = -8.7 cm-1
?
Spin frustrated system
[FeII6FeIII(5-MeO-saeH) 6(3-OMe)6]Cl3
7FeCl2·4H2O + 6(5-MeO-saeH2) +1/21(t-Bu4N)(MnO4)
2-phenoxo bridges
S = 29/2 and D = +0.53 cm-1
Angew.Chem. 2003.
Next target moleculesAir insensitive SMM
Heteronuclear SMM
The smallest SMM
Hetero-nuclear SMM
CuCl2·2H2O
[MnIII3(-O)(Br-sap)3(H2O)3]Cl
O-
N O-
Br+ MnCl2·4H2O
[MnIIICuII(Br-sap)2Cl(MeOH)]
Selected Bond Distances (Å)Mn-Cl 2.616(4) Mn-O1S 2.658(9)Other bonds 1.871(5) - 1.973(6)
Mn3+: Axially elongated octahedron for d4
Mn Cu
Magnetic susceptibility and magnetization data of
[MnIIICuII(Br-sap)2Cl(MeOH)]
Ferromagnetic interactions between Mn3+ and Cu2+ ionsS = 5/2 ground state
MO diagram of Mn3+-Cu2+ system
Tetragonally elongatedquasi D4h
Mn3
+
Square-planarquasi D4h
dxz dyz
dz2
dxy
dx2-y2dx2-y2
dz2
dxy
dxz dyz
Cu2+
O
CuMn
O
LMCTfrom O-
Cu
O N
OOMn
O O
ON
Cl
MeO
Strickt orthogonality
Quasi-single Crystal HF-EPR OF [MnIIICuII(Br-sap)2Cl(MeOH)]
-5/2-3/2-3/2-1/2 -1/21/2
1/23/2
381.5 GHz
*Magnetic field is tilted 13°with respect to the principal axis.
H. Nojiri (Okayama Univ.)
Plots of resonance fields (Hr) vs. the value of Ms
H r ge
gH0 (2M s 1)(D' 237.5B4
0 ' ) 35B40 '(4M s
3 6M s2 4M s 1)
[MnIIICuII(Br-sap)2Cl(MeOH)]
g = 2.04D = -1.70 cm-1
B40’= -0.0074 cm-1
Yamaguchi, Ishimoto (ISSP)
Single Crystal AC magnetic susceptibility [MnIIICuII(Br-sap)2Cl(MeOH)]
Packing diagrams of [MnIIICuII(Br-sap)2Cl(MeOH)]
ac projection view
bc projection view
ab projection view
Magnetization data for [MnIIICuII(Br-sap)2Cl(MeOH)] with S =5/2 ground state
Yamaguchi, Ishimoto (ISSP)
up-spin down-spin
HzHz
tunneling gap
up-spindown-spinInteger Spin Half-Integer Spin
MS = 1/ 2
MS = 3/ 2
MS = 5/ 2
MS = -1/ 2
MS = -3/ 2
MS = -5/ 2
No-spin tunneling at Hext=0X
TB = 500 mKE = 10.5 K
Summary: Nano Magnets with different sizes
Mn
Cu
Fe
[MnIIICuII] S = 5/2 with TB = 0.8 K
4核 :[FeII4] S = 8 with TB = 1.1K
6核 :[MnIII6] S = 12 with TB = 1.0 K
[FeII6FeIII] with S = 29/2
[MnIII4MnIV
2CuII8(O)6]
1.5 nm
2.0 nm
2.5 nm
[MnIII8MnIV
4CuII8(O)16]
?
Strong correlated electron oxide clusters
S
NTunneling
-7
-6
-5
0
-4
Ms = 8
7
6
5
0
4
S
N
Nano magnets
-3 -2 -1
3 2 1
Ms = -8
Organizer Tadashi Sugawara (University of Tokyo)
General Secretaries Hiroki Oshio (Tsukuba University)
Kunio Awaga (Nagoya University)Kazuhito Hashimoto (Unrsity of Tokyo)